To calculate the total amount of eggs sold on Goodness Farms from the data provided, we need to sum the total eggs sold for each day recorded in the table. Let's break this down step-by-step.
Step-by-Step Calculation
- Identify the Data:
From the table, we have the following data for the total eggs sold on each day:
- 4th June: 96 eggs sold
- 5th June: 108 eggs sold
-
6th June: 48 eggs sold
-
Sum the Total Eggs Sold:
We will add the number of eggs sold each day:
[
\text{Total Eggs Sold} = \text{Eggs Sold on 4th June} + \text{Eggs Sold on 5th June} + \text{Eggs Sold on 6th June}
]
Plugging in the values:
[
\text{Total Eggs Sold} = 96 + 108 + 48
]
-
Perform the Addition:
- First, add 96 and 108:
[
96 + 108 = 204
]
-
Next, add 204 and 48:
[
204 + 48 = 252
]
-
Final Result:
The total amount of eggs sold on the farm is 252 eggs.
Explanation of the Correct Answer
The correct option is
D. 252. This is the total number of eggs sold over the three days recorded in the table.
Why Other Options Are Incorrect
-
Option A: 804: This number is too high. It may have resulted from incorrectly summing the total eggs collected instead of the eggs sold.
-
Option B: 552: This option is also incorrect. It could be a miscalculation, possibly adding the total eggs collected instead of focusing on the sold eggs.
-
Option C: 300: This option is lower than the correct total. It may have resulted from an error in addition or misunderstanding the data presented.
Common Pitfalls
- Misreading the Table: Ensure you are looking at the correct column (total eggs sold) and not confusing it with total eggs collected.
- Addition Errors: Double-check your addition to avoid simple arithmetic mistakes.
- Ignoring Data: Make sure to include all days listed in the table when calculating totals.
Revision Summary
- The total eggs sold on Goodness Farms from June 4th to June 6th is calculated by summing the daily sales.
- The correct total is 252 eggs, corresponding to option D.
- Always verify that you are using the correct figures from the right columns in data tables.
- Be cautious with arithmetic operations to avoid common mistakes in calculations.